The key is to consider an example where all reactants and products are in the gas phase and the are unequal number of moles on either side of the equation
consider
NO2 in equilibrium with NO and O2
1. Write a balanced equation for this reaction
2. Count number of moles on either side
3. Consider a scenario where the equilibrium is equal to the number of moles in the balanced equation. So if moles of balanced equation are in ratio 1 NO2 :2NO :3 O2 Kp will be p(products) / p(reactants) = (3 x 2) / 1
4. Now consider halving or doubling the volume as in your scenario.
5. Work out the new quotient if partial pressures do not change
6. Work out what needs to happen to the partial pressures of each component in order to restore the original Kp
7. Have the partial pressures stayed the same or changed?
8. What does that mean in terms of the ratio of the reactants and products? Same or changed?
Clive
Thanks for the reply Clivelong.
.
2NO
2------ 2NO + O
2kp = (2/5 x P)
2 X (1/5 x P) / (2/5 x P)
2Assume P=1
hence constant= 1/5
If volume is doubled
kp = (2/5 x P)
2 X (1/5 x P) / (2/5 x P)
2So =
(4/25 x P2/4) X (1/5 x P/2) /
(4/25 x P2/4) = (1/10 x P)
constant now is= 1/10 to maintain the constant you need less reactants
So if Pressure is halved the to maintain the constant you need more products hence it moves to more particle side.
So how about with dilutions where aqeuous solutions are included then you don't use Kp. How can we prove that one?